default_functionals¶
Default functionals defined on any space similar to R^n or L^2.
Classes
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The constant functional. |
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The functional corresponding to the mixed L1-Lp norm on |
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The Huber functional. |
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Functional that maps a scalar to itself. |
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Indicator on some box shaped domain. |
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The convex conjugate to the mixed L1–Lp norm on |
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The indicator function on the unit ball in given the |
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Indicator on the set of non-negative numbers. |
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Indicator on unit ball of nuclear norm for matrix valued functions. |
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Indicator functional of simplex. |
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Indicator functional of a unit sum constraint. |
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The indicator function of the singleton set {0}. |
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The Kullback-Leibler divergence functional. |
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The convex conjugate of Kullback-Leibler divergence functional. |
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The Kullback-Leibler Cross Entropy divergence functional. |
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The convex conjugate of Kullback-Leibler Cross Entorpy functional. |
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The functional corresponding to L1-norm. |
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The functional corresponding to the L2-norm. |
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The functional corresponding to the squared L2-norm. |
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The functional corresponding to the Lp-norm. |
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Moreau envelope of a convex functional. |
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Nuclear norm for matrix valued functions. |
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Functional for a general quadratic form |
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Functional that scales the input argument by a value. |
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The functional corresponding to separable sum of functionals. |
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Functional that maps all elements in the domain to zero. |